Definition #!#Degree#!#Order #!#Variable Seperable

Order, Degree, Formation, Variable Separable

Differential Equations With Variables Seperable|Exercise Questions|OMR

Definition of a Degree of a polynomial

Definition and Degree of polynomial

Theory || Order and degree formation OF D.E. || Variable separable type D.E.

Order and Degree of differetial equation(D.E.)| Formation of D.E.|Methods for solving D.E.| Variable Separable

Definition and Determinant of order 1order 2

Type-1 || Type-2 (variable seperable reducible to variable seperable)

Defination || Order and Degree OF Differential Equation || Meaning OF Order || Geometrical Interpretation OF Differential Equation

The differential equation of the curve for which the initial ordinate of any tangent is equal to the corresponding subnormal (a) is linear (b) is homogending of second degree (c) has separable variables (d) is of second order